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RObbiespigs RObbiespigs
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Posts: 386
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6 years ago
Sunseel Industries produces two types of raw materials, A and B, with a production cost of 4 and 8 per unit, respectively. The combined production of A and B must be at least 700 units per month. The factory is expected to produce at least 400 units of B and not more than 1200 units of A each month. The processing times for A and B are observed to be 5 hours and 4 hours, respectively. A total of 3000 production hours are available per month.. Develop a linear program that Sunseel Industries can use to determine the number of units of each raw material to produce that will meet the demand and minimize the total cost.

Q. 2

Two mining fields, Field A and Field B, of a coal mining company produce Lignite and Bituminous coal. The operating cost per day for Field A and Field B are 55,000 and 45,000, respectively.The recent records at the company indicate that Field A can produce 250 tons of Lignite along with 300 tons of Bituminous coal per day, whereas Field B can produce 200 tons of Lignite along with 450 tons of Bituminous coal per day. The expected demands to be met are 120,000 tons of Lignite and 170,000 tons of Bituminous coal. To minimize the operating costs of the mining fields, how many days does the company need to operate each of these fields?

Q. 3

Clever Sporting Equipment, Inc. makes two types of balls: Soccer balls and Cork balls. The making of each soccer ball and cork ball requires 3 hours and 4 hours of production time, respectively. A total of 500 production hours are available during the next month At least 150 balls, combined, must be produced. The production cost for each Soccer ball is 9 and each Cork ball is 7. Develop a linear programming model to minimize production costs and determine how many of each type of ball should be produced to meet the required demand.

Q. 4

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DidoDido
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6 years ago
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RObbiespigs Author
wrote...
6 years ago
Oh god, I was lost before coming here. Thanksss
wrote...
6 years ago
Great, make sure you mark the topic solved, it hides it from other eyes Slight Smile
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Who will win the 2024 president election?
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